[3115] | 1 | #include "sopnamsp.h"
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| 2 | #include "machdefs.h"
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| 3 | #include <iostream>
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| 4 | #include <stdlib.h>
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| 5 | #include <stdio.h>
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| 6 | #include <string.h>
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| 7 | #include <math.h>
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| 8 | #include <unistd.h>
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| 9 | #include "timing.h"
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| 10 | #include "ntuple.h"
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| 11 |
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| 12 | #include "constcosmo.h"
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| 13 | #include "pkspectrum.h"
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| 14 |
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| 15 | // cmvtvarspec [zref,R]
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| 16 | void usage(void);
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| 17 | void usage(void)
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| 18 | {
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| 19 | cout<<"cmvtvarspec -z zref -R R -n as,ns -k kmin,kmax -i eps,npt,fracmax"<<endl;
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| 20 | }
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| 21 |
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| 22 |
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| 23 | int main(int narg,char *arg[])
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| 24 | {
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| 25 | double ob0 = 0.0444356;
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| 26 | // -- WMAP
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| 27 | double h100=0.71, om0=0.267804, or0=7.9e-05, ol0=0.73,w0=-1.;
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| 28 | // -- ouvert matter only
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| 29 | //double h100=0.71, om0=0.3, or0=0., ol0=0.,w0=-1.;
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| 30 | // -- plat matter only
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| 31 | //double h100=0.71, om0=1., or0=0., ol0=0.,w0=-1.;
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| 32 |
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| 33 | double ns = 1., as = 1.;
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| 34 |
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| 35 | double zref = 0.5;
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| 36 | double R=8./h100;
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| 37 |
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| 38 | double kmin=1e-5,kmax=1000.;
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| 39 | int npt = 10000;
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| 40 | double eps=1.e-3, fracmax=1e-4;
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| 41 |
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| 42 | char c;
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| 43 | while((c = getopt(narg,arg,"hz:R:n:k:i:")) != -1) {
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| 44 | switch (c) {
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| 45 | case 'z' :
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| 46 | sscanf(optarg,"%lf",&zref);
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| 47 | break;
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| 48 | case 'R' :
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| 49 | sscanf(optarg,"%lf",&R);
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| 50 | if(R<0.) R = -R/h100;
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| 51 | break;
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| 52 | case 'n' :
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| 53 | sscanf(optarg,"%lf,%lf",&as,&ns);
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| 54 | break;
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| 55 | case 'k' :
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| 56 | sscanf(optarg,"%lf,%lf",&kmin,&kmax);
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| 57 | break;
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| 58 | case 'i' :
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| 59 | sscanf(optarg,"%lf,%d,%lf",&eps,&npt,&fracmax);
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| 60 | break;
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| 61 | case 'h' :
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| 62 | default :
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| 63 | usage(); return -1;
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| 64 | }
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| 65 | }
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| 66 |
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| 67 | double Rg=R/sqrt(5.);
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| 68 | double lkmin=log10(kmin), lkmax=log10(kmax), dlk=(lkmax-lkmin)/npt;
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| 69 |
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| 70 | cout<<"zref="<<zref<<endl;
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| 71 | cout<<"as="<<as<<" ns="<<ns<<endl;
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| 72 | cout<<"R="<<R<<", Rg="<<Rg<<endl;
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| 73 | cout<<"kmin="<<kmin<<" ("<<lkmin<<"), kmax="<<kmax<<" ("<<lkmax<<")"
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| 74 | <<", dlk="<<dlk<<" npt="<<npt<<endl;
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| 75 | cout<<"eps="<<eps<<" fracmax="<<fracmax<<endl;
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| 76 |
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| 77 | //-----------------------------------------------------------------
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| 78 | InitialSpectrum pkini(ns,as);
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| 79 |
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| 80 | TransfertEisenstein tf(h100,om0-ob0,ob0,T_CMB_Par,false);
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| 81 | //tf.SetNoOscEnv(2);
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| 82 |
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| 83 | GrowthFactor d1(om0,ol0);
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| 84 |
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| 85 | PkSpectrum0 pk0(pkini,tf);
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| 86 |
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| 87 | PkSpectrumZ pkz(pk0,d1,zref);
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| 88 |
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| 89 | //-----------------------------------------------------------------
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| 90 | double k1,k2;
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| 91 | int rc = 0;
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| 92 | //----
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| 93 | cout<<endl<<"Filtrage top_hat"<<endl;
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| 94 | VarianceSpectrum varpk_th(pkz,0);
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| 95 | double kfind_th = varpk_th.FindMaximum(R,kmin,kmax,eps);
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| 96 | double pkmax_th = varpk_th(kfind_th);
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| 97 | cout<<"kfind_th = "<<kfind_th<<" ("<<log10(kfind_th)<<"), integrand="<<pkmax_th<<endl;
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| 98 | k1=kmin, k2=kmax;
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| 99 | rc = varpk_th.FindLimits(R,pkmax_th*fracmax,k1,k2,eps);
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| 100 | cout<<"limit_th: rc="<<rc<<" : "<<k1<<" ("<<log10(k1)<<") , "<<k2<<" ("<<log10(k2)<<")"<<endl;
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| 101 |
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| 102 | varpk_th.SetInteg(0.01,dlk,-1.,4);
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| 103 | cout<<"varpk_th="<<varpk_th.Variance(R,k1,k2)<<endl;
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| 104 |
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| 105 | //----
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| 106 | cout<<endl<<"Filtrage gaussien"<<endl;
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| 107 | VarianceSpectrum varpk_ga(pkz,1);
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| 108 | double kfind_ga = varpk_ga.FindMaximum(Rg,kmin,kmax,eps);
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| 109 | double pkmax_ga = varpk_ga(kfind_ga);
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| 110 | cout<<"kfind_ga = "<<kfind_ga<<" -> "<<log10(kfind_ga)<<", integrand="<<pkmax_ga<<endl;
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| 111 | k1=kmin, k2=kmax;
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| 112 | rc = varpk_ga.FindLimits(Rg,pkmax_ga*fracmax,k1,k2,eps);
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| 113 | cout<<"limit_ga: rc="<<rc<<" : "<<k1<<" ("<<log10(k1)<<") , "<<k2<<" ("<<log10(k2)<<")"<<endl;
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| 114 |
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| 115 | varpk_ga.SetInteg(0.01,dlk,-1.,4);
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| 116 | cout<<"varpk_ga="<<varpk_ga.Variance(Rg,k1,k2)<<endl;
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| 117 |
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| 118 | //----
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| 119 | cout<<endl<<"Filtrage 1 (integrale du sppectre)"<<endl;
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| 120 | VarianceSpectrum varpk_int(pkz,2);
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| 121 | double kfind_int = varpk_int.FindMaximum(Rg,kmin,kmax,eps);
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| 122 | double pkmax_int = varpk_int(kfind_int);
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| 123 | cout<<"kfind_int = "<<kfind_int<<" -> "<<log10(kfind_int)<<", integrand="<<pkmax_int<<endl;
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| 124 | k1=kmin, k2=kmax;
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| 125 | rc = varpk_int.FindLimits(Rg,pkmax_int*fracmax,k1,k2,eps);
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| 126 | cout<<"limit_int: rc="<<rc<<" : "<<k1<<" ("<<log10(k1)<<") , "<<k2<<" ("<<log10(k2)<<")"<<endl;
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| 127 |
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| 128 | varpk_int.SetInteg(0.01,dlk,-1.,4);
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| 129 | cout<<"varpk_int="<<varpk_int.Variance(Rg,k1,k2)<<endl;
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| 130 |
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| 131 | //-----------------------------------------------------------------
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| 132 | const int n = 2;
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| 133 | char *vname[n] = {"k","pk"};
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| 134 | NTuple nt(n,vname);
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| 135 | double xnt[n];
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| 136 |
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| 137 | for(double lk=lkmin;lk<lkmax+dlk/2.;lk+=dlk) {
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| 138 | double k = pow(10.,lk);
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| 139 | xnt[0] = k;
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| 140 | xnt[1] = pkz(k);
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| 141 | nt.Fill(xnt);
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| 142 | }
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| 143 |
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| 144 | cout<<">>>> Ecriture"<<endl;
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| 145 | string tag = "cmvtvarspec.ppf"; POutPersist pos(tag); tag = "nt"; pos.PutObject(nt,tag);
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| 146 |
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| 147 | return 0;
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| 148 | }
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| 149 |
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| 150 | /*
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| 151 | openppf cmvtvarspec.ppf
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| 152 |
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| 153 | #### Spectre a z
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| 154 | n/plot nt.pk%log10(k) ! ! "nsta crossmarker3"
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| 155 |
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| 156 | # L'approximation pour j1(x) (top-hat) et la gaussienne equivalente
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| 157 | set l1 1e-6
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| 158 | set l2 10
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| 159 | set j1sx pow(3*(sin(x)-x*cos(x))/(x*x*x),2.)
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| 160 | set j1sxa3 (1.-x*x/5.)
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| 161 | set j1sxa5 (1.-x*x/5.*(1.-3.*x*x/35.))
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| 162 | set j1sxa7 (1.-x*x/5.*(1.-3.*x*x/35.*(1.-4.*x*x/81.)))
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| 163 | func $j1sx $l1 $l2 1000
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| 164 | func $j1sxa3 $l1 $l2 1000 "red same"
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| 165 | func $j1sxa5 $l1 $l2 1000 "blue same"
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| 166 | func $j1sxa7 $l1 $l2 1000 "orange same"
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| 167 | set gauss pow(exp(-(x/sqrt(5.))*(x/sqrt(5.))/2.),2.)
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| 168 | func $gauss $l1 $l2 1000 "green same"
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| 169 |
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| 170 | func $j1sx-$j1sxa3 $l1 $l2 1000 "red"
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| 171 | func $j1sx-$j1sxa5 $l1 $l2 1000 "blue same"
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| 172 | func $j1sx-$j1sxa7 $l1 $l2 1000 "orange same"
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| 173 | func $j1sx-$gauss $l1 $l2 1000 "green same"
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| 174 | addline $l1 0 $l2 0
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| 175 |
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| 176 | # la fonction "Pk" a integrer
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| 177 | zone
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| 178 | set D (k*k*pk/(2.*M_PI*M_PI))
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| 179 | n/plot nt.$D%log10(k) ! ! "nsta crossmarker3"
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| 180 |
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| 181 | # La fonction a integrer en dk lineaire (top-hat et gaussien)
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| 182 | set R 10
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| 183 | set RG ($R/sqrt(5.))
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| 184 | set x (k*$R)
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| 185 | set j1sx pow(3*(sin($x)-$x*cos($x))/($x*$x*$x),2.)
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| 186 | set y (k*$RG)
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| 187 | set gauss pow(exp(-$y*$y/2.),2.)
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| 188 |
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| 189 | n/plot nt.$D*$j1sx%log10(k) ! ! "nsta crossmarker3"
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| 190 | n/plot nt.$D*$gauss%log10(k) ! ! "nsta crossmarker3 same red"
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| 191 |
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| 192 | # La fonction a integrer en d(log(x)) (top-hat et gaussien)
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| 193 | # c'est ce que fait Variance()
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| 194 | n/plot nt.k*$D*$j1sx%log10(k) ! ! "nsta crossmarker3"
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| 195 | n/plot nt.k*$D*$gauss%log10(k) ! ! "nsta crossmarker3 same red"
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| 196 | n/plot nt.k*$D%log10(k) ! ! "nsta crossmarker3 same blue"
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| 197 |
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| 198 | */
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